<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-4875981382218061989</id><updated>2012-02-17T07:28:03.365-08:00</updated><category term='Actividades'/><title type='text'>EficienTIC</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://eficientic.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4875981382218061989/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://eficientic.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>EficienTIC2011</name><uri>http://www.blogger.com/profile/11155045233765947837</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>11</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-4875981382218061989.post-7089000660060857053</id><published>2012-02-17T07:25:00.002-08:00</published><updated>2012-02-17T07:25:20.710-08:00</updated><title type='text'>Imaxes da derradeira xornada de EficienTIC 2012</title><content type='html'>&lt;a class="twitter-share-button" data-count="horizontal" data-lang="es" data-via="Eficien_TIC" href="https://twitter.com/share"&gt;Tweet&lt;/a&gt;&lt;script src="//platform.twitter.com/widgets.js" type="text/javascript"&gt;&lt;/script&gt;&lt;br /&gt;&lt;br /&gt;Vémonos na seguinte cita coa ciencia e a tecnoloxía!&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;embed flashvars="host=picasaweb.google.com&amp;amp;hl=es&amp;amp;feat=flashalbum&amp;amp;RGB=0x000000&amp;amp;feed=https%3A%2F%2Fpicasaweb.google.com%2Fdata%2Ffeed%2Fapi%2Fuser%2F113761013670769935465%2Falbumid%2F5710124682625291377%3Falt%3Drss%26kind%3Dphoto%26hl%3Des" height="400" pluginspage="http://www.macromedia.com/go/getflashplayer" src="https://picasaweb.google.com/s/c/bin/slideshow.swf" type="application/x-shockwave-flash" width="600"&gt;&lt;/embed&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4875981382218061989-7089000660060857053?l=eficientic.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://eficientic.blogspot.com/feeds/7089000660060857053/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://eficientic.blogspot.com/2012/02/imaxes-da-derradeira-xornada-de.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4875981382218061989/posts/default/7089000660060857053'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4875981382218061989/posts/default/7089000660060857053'/><link rel='alternate' type='text/html' href='http://eficientic.blogspot.com/2012/02/imaxes-da-derradeira-xornada-de.html' title='Imaxes da derradeira xornada de EficienTIC 2012'/><author><name>EficienTIC2011</name><uri>http://www.blogger.com/profile/11155045233765947837</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4875981382218061989.post-3450139553637623884</id><published>2012-02-17T07:18:00.001-08:00</published><updated>2012-02-17T07:28:03.373-08:00</updated><title type='text'>EficienTIC pecha coa participación de 800 estudantes</title><content type='html'>&lt;a class="twitter-share-button" data-count="horizontal" data-lang="es" data-via="Eficien_TIC" href="https://twitter.com/share"&gt;Tweet&lt;/a&gt;&lt;script src="//platform.twitter.com/widgets.js" type="text/javascript"&gt;&lt;/script&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-family: georgia, palatino;"&gt;&lt;span class="interlineado2"&gt;&lt;em&gt;&lt;br /&gt;&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.gradiant.org/images/stories/20120214_illamento_09.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="213" src="http://www.gradiant.org/images/stories/20120214_illamento_09.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-family: georgia, palatino;"&gt;&lt;span class="interlineado2"&gt;&lt;em&gt;&lt;br /&gt;&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-family: georgia, palatino;"&gt;&lt;span class="interlineado2"&gt;&lt;em&gt;Coa participación duns 100 estudantes de secundaria e bacharelato en cada xornada, EficienTIC foi a primeira colaboración entre as entidades GRADIANT, ENERGYLAB e CITEXVI&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: georgia, palatino;"&gt;&lt;span class="interlineado2"&gt;&lt;em&gt;&lt;br /&gt;As actividades foron gratuítas para os centros e contaban coa cofinanciación da FECYT (Fundación Española para a Ciencia e a Tecnoloxía)&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: georgia, palatino;"&gt;&lt;span class="interlineado2"&gt;&lt;em&gt;&lt;br /&gt;"Estamos moi satisfeitos co resultado. Os rapaces mostráronse moi motivados e participativos e os profesores transmitíronnos que os contidos dos obradoiros foron moi axeitados", declara a organización&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: georgia, palatino;"&gt;&lt;span class="interlineado2"&gt;&lt;em&gt;&lt;br /&gt;&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="interlineado15" style="text-align: center;"&gt;&lt;em&gt;&lt;/em&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: georgia, palatino;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="interlineado2" style="text-align: justify;"&gt;&lt;span style="font-family: georgia, palatino;"&gt;Onte pola mañá, 100 estudantes de dous centros de Vigo acudiron á derradeira xornada de EficienTIC 2012. O conxunto de obradoiros que compoñen a iniciativa desenvolvéronse ao longo de oito xornadas nas instalacións que os centros tecnolóxicos GRADIANT e ENERGYLAB teñen no edificio CITEXVI e nas salas e zonas común do propio edificio.&lt;br /&gt;As actividades estaban centradas na concienciación sobre o uso eficiente da tecnoloxía, así como en utilizar a propia tecnoloxía para coidar o medio ambiente. Así, os estudantes comprobaron como co illamento adecuado nunha vivenda se evitan perdas de enerxía innecesarias, como poden aforrar con un correcto uso do seu ordenador, viron cos seus propios ollos a evolución dos teléfonos móbiles, aprenderon, como funciona unha pila de hidróxeno, como acender unha radio aproveitando o calor que desprende unha candea ou como aplicar o recoñecemento facial á eficiencia enerxética e competiron entre si nun Scalextric movido polas súas propias pedaladas. &lt;/span&gt;&lt;/div&gt;&lt;div class="interlineado2" style="text-align: justify;"&gt;&lt;strong&gt;&lt;span style="font-family: georgia, palatino;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/strong&gt;&lt;br /&gt;&lt;strong&gt;&lt;span style="font-family: georgia, palatino;"&gt;Os obradoiros&lt;/span&gt;&lt;/strong&gt;&lt;br /&gt;&lt;strong&gt;&lt;span style="font-family: georgia, palatino;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;&lt;div class="interlineado2" style="text-align: justify;"&gt;&lt;span style="font-family: georgia, palatino;"&gt;Mais o Scalextric non era a único exemplo práctico. De cara a facer máis visibles os efectos e os procesos que se explicaban, utilizáronse diferentes recursos. Explicáronse os métodos e as aplicacións creadas en GRADIANT de recoñecemento biométrico, enfocaron unha parede que imitaba unha vivenda cunha cámara termográfica, aínda que preferían enfocarse a si mesmos e ver como a roupa presentaba unha temperatura moi inferior á súa pel. A eficiencia das diferentes luminarias foi comprobada nun panel cun medidor de consumo, que tiña bombillas e tubos de distinto tipo. Tamén puideron observar un sistema de hidróxeno a pequena escala. Grazas á luz dunha lámpada, xerouse enerxía en pequenos paneis fotovoltaicos que permitían obter a electricidade necesaria para a xeración de hidróxeno a partir de auga, hidróxeno que movía á súa vez un ventilador. &lt;br /&gt;Outro concepto que era novo para os estudantes é o chamado energy harvesting ou recolección de enerxía, que é o proceso mediante o cal un dispositivo é capaz de aproveitar a enerxía residual presente no ambiente (neste caso unha candea) para producir enerxía eléctrica que pode ser almacenada ou utilizada para alimentar sistemas de baixo consumo. Neste caso, aproveitábase a calor producida por unha candea para acender un LED e unha radio. Esta demostración provocou que os alumnos preguntasen incansables cómo facer o prototipo no seu instituto e nas súas casas para "cargar o móbil en caso de necesidade".&lt;br /&gt;Unha charla introductoria ás actividades, unha exposición de móbiles "antigos", unha visita ao edificio CITEXVI e unha charla sobre o uso eficiente do seu ordenador personal completaban a visita.&lt;br /&gt;Os encargados de planificar e dirixir tódolos obradoiros foron investigadores de GRADIANT e de ENERGYLAB, que por uns días cambiaron o seu vocabulario técnico por explicacións sinxelas e demostrativas, para conseguir chegar aos rapaces.&lt;/span&gt;&lt;/div&gt;&lt;div class="interlineado2" style="text-align: justify;"&gt;&lt;span style="font-family: georgia, palatino;"&gt;&lt;strong&gt;&lt;br /&gt;&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: georgia, palatino;"&gt;&lt;strong&gt;Doble obxectivo: alentando vocacións&lt;/strong&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: georgia, palatino;"&gt;Con este tipo de iniciativas, conséguese que ademais de desenvolver os propios obradoiros, os rapaces entren en contacto cos enxeñeiros, cos investigadores dos propios centros, e teñan a oportunidade de facerlles tódalas preguntas que podan xurdir e de aclarar as súas dúbidas sobre as carreiras técnicas. Moitos dos visitantes comentaron cos investigadores as súas preferencias polas enxeñarías e estes explicáronlles as diferentes saídas e os coñecementos que proporciona cada carreira.&lt;/span&gt;&lt;/div&gt;&lt;div class="interlineado2" style="text-align: justify;"&gt;&lt;span style="font-family: georgia, palatino;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;strong&gt;&lt;br /&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: georgia, palatino;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;strong&gt;EficienTIC en cifras&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;ul&gt;&lt;li class="interlineado2"&gt;&lt;span style="font-family: georgia, palatino;"&gt;Total de estudantes: 800 estudantes pasaron por EficienTIC&lt;/span&gt;&lt;/li&gt;&lt;li class="interlineado2"&gt;&lt;span style="font-family: georgia, palatino;"&gt;Cada día, 100 estudantes, xeralmente coincidindo dous centros diferentes&lt;/span&gt;&lt;/li&gt;&lt;li class="interlineado2"&gt;&lt;span style="font-family: georgia, palatino;"&gt;Celebráronse un total de 8 xornadas, repartidas en 4 semanas&lt;/span&gt;&lt;/li&gt;&lt;li class="interlineado2"&gt;&lt;span style="font-family: georgia, palatino;"&gt;Os estudantes eran de 15 centros diferentes: IES Primeiro de marzo (Baiona), IES Carlos Casares (Vigo), CPR Divino Maestro (Ourense), IES A Guía (Vigo), IES Francisco Sánchez (Tui), IES San Tomé de Freixeiro (Vigo), IES María Casares (Oleiros), IES María Soliño (Cangas), IES Pontecaldelas (Pontecaldelas), IES Alexandre Bóveda (Vigo), IES República do Uruguai (Vigo), IES San Paio (Tui), Apóstolo Santiago (Vigo), IES Valadares (Vigo), Colexio Quiñones de León (Vigo)&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4875981382218061989-3450139553637623884?l=eficientic.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://eficientic.blogspot.com/feeds/3450139553637623884/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://eficientic.blogspot.com/2012/02/eficientic-pecha-coa-participacion-de.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4875981382218061989/posts/default/3450139553637623884'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4875981382218061989/posts/default/3450139553637623884'/><link rel='alternate' type='text/html' href='http://eficientic.blogspot.com/2012/02/eficientic-pecha-coa-participacion-de.html' title='EficienTIC pecha coa participación de 800 estudantes'/><author><name>EficienTIC2011</name><uri>http://www.blogger.com/profile/11155045233765947837</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4875981382218061989.post-5084544798778957663</id><published>2012-02-14T10:15:00.000-08:00</published><updated>2012-02-14T10:15:52.261-08:00</updated><title type='text'>Outros 100 alumnos visitan EficienTIC</title><content type='html'>&lt;a class="twitter-share-button" data-count="horizontal" data-lang="es" data-via="Eficien_TIC" href="https://twitter.com/share"&gt;Tweet&lt;/a&gt;&lt;script src="//platform.twitter.com/widgets.js" type="text/javascript"&gt;&lt;/script&gt;&lt;br /&gt;&lt;br /&gt;Na penúltima xornada de EficienTIC recibimos a visita de 100 alumnos, de centros de Vigo e de Tui.&lt;br /&gt;Aquí tedes as imaxes de hoxe!&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;embed flashvars="host=picasaweb.google.com&amp;amp;hl=es&amp;amp;feat=flashalbum&amp;amp;RGB=0x000000&amp;amp;feed=https%3A%2F%2Fpicasaweb.google.com%2Fdata%2Ffeed%2Fapi%2Fuser%2F113761013670769935465%2Falbumid%2F5709055559480063313%3Falt%3Drss%26kind%3Dphoto%26hl%3Des" height="400" pluginspage="http://www.macromedia.com/go/getflashplayer" src="https://picasaweb.google.com/s/c/bin/slideshow.swf" type="application/x-shockwave-flash" width="600"&gt;&lt;/embed&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4875981382218061989-5084544798778957663?l=eficientic.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://eficientic.blogspot.com/feeds/5084544798778957663/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://eficientic.blogspot.com/2012/02/outros-100-alumnos-visitan-eficientic.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4875981382218061989/posts/default/5084544798778957663'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4875981382218061989/posts/default/5084544798778957663'/><link rel='alternate' type='text/html' href='http://eficientic.blogspot.com/2012/02/outros-100-alumnos-visitan-eficientic.html' title='Outros 100 alumnos visitan EficienTIC'/><author><name>EficienTIC2011</name><uri>http://www.blogger.com/profile/11155045233765947837</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4875981382218061989.post-1584824377404714766</id><published>2012-02-09T07:52:00.000-08:00</published><updated>2012-02-09T07:52:13.443-08:00</updated><title type='text'>100 estudantes de Vigo visitaron hoxe EficienTC</title><content type='html'>&lt;a class="twitter-share-button" data-count="horizontal" data-lang="es" data-via="Eficien_TIC" href="https://twitter.com/share"&gt;Tweet&lt;/a&gt;&lt;script src="//platform.twitter.com/widgets.js" type="text/javascript"&gt;&lt;/script&gt;&lt;br /&gt;&lt;br /&gt;Esta mañá, cen rapaces dos centro vigueses IES Alexandre Bóveda e IES República do Uruguai visitaron as actividades de EficienTIC.&lt;br /&gt;Unha xornada máis desfrutamos todos xuntos aprendendo como utilizar as TIC para aforrar enerxía e ser máis eficientes e cales son as fontes de enerxía máis limpas.&lt;br /&gt;Da xornada de hoxe non temos moitas imaxes porque, como novidade, estamos a preparar un vídeo!&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;embed type="application/x-shockwave-flash" src="https://picasaweb.google.com/s/c/bin/slideshow.swf" width="600" height="400" flashvars="host=picasaweb.google.com&amp;hl=es&amp;feat=flashalbum&amp;RGB=0x000000&amp;feed=https%3A%2F%2Fpicasaweb.google.com%2Fdata%2Ffeed%2Fapi%2Fuser%2F113761013670769935465%2Falbumid%2F5707161717558102769%3Falt%3Drss%26kind%3Dphoto%26hl%3Des" pluginspage="http://www.macromedia.com/go/getflashplayer"&gt;&lt;/embed&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4875981382218061989-1584824377404714766?l=eficientic.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://eficientic.blogspot.com/feeds/1584824377404714766/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://eficientic.blogspot.com/2012/02/100-estudantes-de-vigo-visitaron-hoxe.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4875981382218061989/posts/default/1584824377404714766'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4875981382218061989/posts/default/1584824377404714766'/><link rel='alternate' type='text/html' href='http://eficientic.blogspot.com/2012/02/100-estudantes-de-vigo-visitaron-hoxe.html' title='100 estudantes de Vigo visitaron hoxe EficienTC'/><author><name>EficienTIC2011</name><uri>http://www.blogger.com/profile/11155045233765947837</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4875981382218061989.post-8984120298557245596</id><published>2012-02-07T09:59:00.000-08:00</published><updated>2012-02-08T02:45:42.380-08:00</updated><title type='text'>Estudantes de Cangas e de Pontecaldelas visitan EficienTIC</title><content type='html'>&lt;a class="twitter-share-button" data-count="horizontal" data-lang="es" data-via="Eficien_TIC" href="https://twitter.com/share"&gt;Tweet&lt;/a&gt;&lt;script src="//platform.twitter.com/widgets.js" type="text/javascript"&gt;&lt;/script&gt;&lt;br /&gt;&lt;br /&gt;Esta mañá, 100 alumnos de centros de Pontecaldelas e de Cangas do Morrazo visitaron as actividades de EficienTIC. Coma noutras xornadas, visitounos tamén un equipo de A Revista da TVG. Esta vez conectamos en directo! Mirade &lt;a href="http://www.crtvg.es/tvg/a-carta/a-revista-235227"&gt;aquí &lt;/a&gt;que ben o fixeron todos eles. Saimos ao inicio do programa e despois no minuto 41.00.&lt;br /&gt;Aquí vos deixamos as fotos!&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;embed flashvars="host=picasaweb.google.com&amp;amp;hl=es&amp;amp;feat=flashalbum&amp;amp;RGB=0x000000&amp;amp;feed=https%3A%2F%2Fpicasaweb.google.com%2Fdata%2Ffeed%2Fapi%2Fuser%2F113761013670769935465%2Falbumid%2F5706452899225752049%3Falt%3Drss%26kind%3Dphoto%26hl%3Des" height="400" pluginspage="http://www.macromedia.com/go/getflashplayer" src="https://picasaweb.google.com/s/c/bin/slideshow.swf" type="application/x-shockwave-flash" width="600"&gt;&lt;/embed&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4875981382218061989-8984120298557245596?l=eficientic.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://eficientic.blogspot.com/feeds/8984120298557245596/comments/default' title='Enviar comentarios'/><link rel='replies' 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src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4875981382218061989.post-1598184755662462757</id><published>2012-02-02T09:14:00.000-08:00</published><updated>2012-02-02T10:15:11.910-08:00</updated><title type='text'>EXPERIMENTANDO PARA SER MÁIS EFICIENTES</title><content type='html'>&lt;a class="twitter-share-button" data-count="horizontal" data-lang="es" data-via="Eficien_TIC" href="https://twitter.com/share"&gt;Tweet&lt;/a&gt;&lt;script src="//platform.twitter.com/widgets.js" type="text/javascript"&gt;&lt;/script&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: Georgia, serif; font-size: x-small;"&gt;&lt;span style="line-height: 14px;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a 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o:spid="_x0000_i1026" style="height: 222.75pt; visibility: visible; width: 327pt;" type="#_x0000_t75"&gt; &lt;v:imagedata o:title="" src="file:///C:\Users\lparcero\AppData\Local\Temp\msohtmlclip1\01\clip_image001.png"&gt;&lt;/v:imagedata&gt;&lt;/v:shape&gt;&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style="font-family: Georgia, serif; font-size: 10pt; line-height: 115%;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpFirst" style="text-align: center; text-indent: -18pt;"&gt;&lt;span lang="GL" style="font-family: Symbol; font-size: 10pt; line-height: 115%;"&gt;·&lt;span style="font: normal normal normal 7pt/normal 'Times New Roman';"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;i&gt;&lt;span lang="GL" style="font-family: Georgia, serif; font-size: 10pt; line-height: 115%;"&gt;Esta mañá, un nutrido grupo de alumnos dos centros IESMaría Casares de Oleiros e do Santo Tomé Freixeiro de Vigo puderon experimentarcon tecnoloxía eficiente&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="text-align: center; text-indent: -18pt;"&gt;&lt;span lang="GL" style="font-family: Symbol; font-size: 10pt; line-height: 115%;"&gt;·&lt;span style="font: normal normal normal 7pt/normal 'Times New Roman';"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;i&gt;&lt;span lang="GL" style="font-family: Georgia, serif; font-size: 10pt; line-height: 115%;"&gt;Recibiron consellos e instrucións de investigadores doscentros EnergyLab e Gradiant&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="text-align: center; text-indent: -18pt;"&gt;&lt;span lang="GL" style="font-family: Symbol; font-size: 10pt; line-height: 115%;"&gt;·&lt;span style="font: normal normal normal 7pt/normal 'Times New Roman';"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;i&gt;&lt;span lang="GL" style="font-family: Georgia, serif; font-size: 10pt; line-height: 115%;"&gt;CITEXVI (Cidade Tecnolóxica de Vigo), GRADIANT (CentroTecnolóxico de Telecomunicacións de Galicia) e ENERGYLAB (Centro Tecnológico deEficiencia y Sostenibilidad Energética) organizan EficienTIC, unhas xornadas dedivulgación dirixidas a estudantes de secundaria e Bacharelato de toda Galicia&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="text-align: center;"&gt;&lt;i&gt;&lt;span lang="GL" style="font-family: Georgia, serif; font-size: 10pt; line-height: 115%;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="text-align: center; text-indent: -18pt;"&gt;&lt;span lang="GL" style="font-family: Symbol; font-size: 10pt; line-height: 115%;"&gt;·&lt;span style="font: normal normal normal 7pt/normal 'Times New Roman';"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;i&gt;&lt;span lang="GL" style="font-family: Georgia, serif; font-size: 10pt; line-height: 115%;"&gt;As actividades inclúen demostracións e visitas guiadas,completadas con obradoiros, para aprender cómo utilizar a tecnoloxía que nosrodea do xeito máis eficiente posible e como esta mesma tecnoloxía pode axudarao medio ambiente, como as enerxías renovables poden alimentar as nosasmáquinas ou como facer funcionar aparatos sen estar conectados á rede eléctrica.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpLast" style="text-align: center; text-indent: -18pt;"&gt;&lt;span lang="GL" style="font-family: Symbol; font-size: 10pt; line-height: 115%;"&gt;·&lt;span style="font: normal normal normal 7pt/normal 'Times New Roman';"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;i&gt;&lt;span lang="GL" style="font-family: Georgia, serif; font-size: 10pt; line-height: 115%;"&gt;A organización espera que as actividades “sirvan paraachegar aos rapaces á ciencia e á tecnoloxía e que fagan súas ferramentas quepermiten un aforro enerxético considerable”. As xornadas están cofinanciadaspola FECYT.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span lang="GL" style="font-family: Georgia, serif; font-size: 10pt; line-height: 115%;"&gt;Unha xornada máis, dous grupos de estudantes dediferentes centros galegos visitaron as instalacións de CITEXVI para participarnas charlas e obradoiros que as entidades CITEXVI, Gradiant e EnergyLaborganizan.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span lang="GL" style="font-family: Georgia, serif; font-size: 10pt; line-height: 115%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span lang="GL" style="font-family: Georgia, serif; font-size: 10pt; line-height: 115%;"&gt;Através dunha pequena charla e varios obradoiros que se desenvolven ao longo detoda a mañá, os rapaces poden comprobar como segundo a forma de utilización dosdispositivos e os costumes no fogar ou na escola, pódese non só axudar areducir as emisións de CO2 á atmosfera ou coidar o medio, senón tamén chegar aaforrar un bo diñeiro a final de ano: “Vou facer todo iso na casa, e co queaforren meus pais, hei mercar unha Play Station”, comentaban algúns, vendo asposibilidades de aforro.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b&gt;&lt;i&gt;&lt;span lang="GL" style="font-family: Georgia, serif; font-size: 10pt; line-height: 115%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b&gt;&lt;i&gt;&lt;span lang="GL" style="font-family: Georgia, serif; font-size: 10pt; line-height: 115%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.gradiant.org/images/stories/20120202_illamento_01.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="192" src="http://www.gradiant.org/images/stories/20120202_illamento_01.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b&gt;&lt;i&gt;&lt;span lang="GL" style="font-family: Georgia, serif; font-size: 10pt; line-height: 115%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b&gt;&lt;i&gt;&lt;span lang="GL" style="font-family: Georgia, serif; font-size: 10pt; line-height: 115%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b&gt;&lt;i&gt;&lt;span lang="GL" style="font-family: Georgia, serif; font-size: 10pt; line-height: 115%;"&gt;Como obxectivo secundario, espertarvocacións e guiar aos rapaces e rapazas&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;v:shape alt="Descripción: I:\01 FOTOS\2012 FOTOS\20120202 EficienTIC\20120202 Illamento_01.jpg" id="Imagen_x0020_3" 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" 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lang="GL" style="font-family: Georgia, serif; font-size: 10pt; line-height: 115%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;Ao mesmo tempo que experimentaban eaprendían, algún confesaba a súa vocación de enxeñeiro de telecomunicacións,comprobando divertido a grande variedade de aplicacións que podería chegar adesenvolver cos coñecementos que lle aportaría a carreira. Outros, mostrábansemáis tímidos descubrindo algunhas posibilidades e saídas que as carreirastécnicas lles poden aportar. Os investigadores de ambos centros tiveron queresponder a moitas dúbidas durante os obradoiros, sobre o que estaban facendo esobre as súas respectivas carreiras, tratando de guiar a estes alumnos que nunano terán que escoller onde continúan os seus estudos.&lt;b&gt;&lt;span lang="GL" style="font-family: Georgia, serif; font-size: 10pt; line-height: 115%;"&gt; &lt;/span&gt;&lt;/b&gt;&lt;span lang="GL" style="font-family: Georgia, serif; font-size: 10pt; line-height: 115%;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;Aquí tedes unhas cantas fotos&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;embed type="application/x-shockwave-flash" src="https://picasaweb.google.com/s/c/bin/slideshow.swf" width="600" height="400" flashvars="host=picasaweb.google.com&amp;hl=es&amp;feat=flashalbum&amp;RGB=0x000000&amp;feed=https%3A%2F%2Fpicasaweb.google.com%2Fdata%2Ffeed%2Fapi%2Fuser%2F113761013670769935465%2Falbumid%2F5704602676401886321%3Falt%3Drss%26kind%3Dphoto%26hl%3Des" pluginspage="http://www.macromedia.com/go/getflashplayer"&gt;&lt;/embed&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4875981382218061989-1598184755662462757?l=eficientic.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://eficientic.blogspot.com/feeds/1598184755662462757/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://eficientic.blogspot.com/2012/02/experimentando-para-ser-mais-eficientes.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4875981382218061989/posts/default/1598184755662462757'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4875981382218061989/posts/default/1598184755662462757'/><link rel='alternate' type='text/html' href='http://eficientic.blogspot.com/2012/02/experimentando-para-ser-mais-eficientes.html' title='EXPERIMENTANDO PARA SER MÁIS EFICIENTES'/><author><name>EficienTIC2011</name><uri>http://www.blogger.com/profile/11155045233765947837</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4875981382218061989.post-6338550055379176456</id><published>2012-01-31T09:30:00.000-08:00</published><updated>2012-01-31T09:34:47.480-08:00</updated><title type='text'>EficienTIC, unha nova xornada</title><content type='html'>&lt;a class="twitter-share-button" data-count="horizontal" data-lang="es" data-via="Eficien_TIC" href="https://twitter.com/share"&gt;Tweet&lt;/a&gt;&lt;script src="//platform.twitter.com/widgets.js" type="text/javascript"&gt;&lt;/script&gt;&lt;br /&gt;&lt;br /&gt;Esta mañá recibimos ao IES A Guía e ao IES Francisco Sánchez de Tui. Agardamos que teñades aprendido moito e sobre todo, que o pasarades moi ben con nós. Agardamos que nos visitedes en vindeiras edicións!&lt;br /&gt;O xoves, recibimos dous novos grupos.&lt;br /&gt;Aquí vos deixamos algunhas imaxes&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;embed flashvars="host=picasaweb.google.com&amp;amp;hl=es&amp;amp;feat=flashalbum&amp;amp;RGB=0x000000&amp;amp;feed=https%3A%2F%2Fpicasaweb.google.com%2Fdata%2Ffeed%2Fapi%2Fuser%2F113761013670769935465%2Falbumid%2F5703848265036194257%3Falt%3Drss%26kind%3Dphoto%26hl%3Des" height="400" pluginspage="http://www.macromedia.com/go/getflashplayer" src="https://picasaweb.google.com/s/c/bin/slideshow.swf" type="application/x-shockwave-flash" width="600"&gt;&lt;/embed&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4875981382218061989-6338550055379176456?l=eficientic.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://eficientic.blogspot.com/feeds/6338550055379176456/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://eficientic.blogspot.com/2012/01/tweet-esta-mana-recibimos-ao-ies-guia-e.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4875981382218061989/posts/default/6338550055379176456'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4875981382218061989/posts/default/6338550055379176456'/><link rel='alternate' type='text/html' href='http://eficientic.blogspot.com/2012/01/tweet-esta-mana-recibimos-ao-ies-guia-e.html' title='EficienTIC, unha nova xornada'/><author><name>EficienTIC2011</name><uri>http://www.blogger.com/profile/11155045233765947837</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4875981382218061989.post-5190875394674847695</id><published>2012-01-26T09:15:00.000-08:00</published><updated>2012-01-26T09:27:25.745-08:00</updated><title type='text'>Segunda xornada de EficienTIC</title><content type='html'>&lt;a class="twitter-share-button" data-count="horizontal" data-lang="es" data-via="Eficien_TIC" href="https://twitter.com/share"&gt;Tweet&lt;/a&gt;&lt;script src="//platform.twitter.com/widgets.js" type="text/javascript"&gt;&lt;/script&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-tEqPIbyIOR0/TyGKCu3NVZI/AAAAAAAAACE/vYD-ujH2nx4/s1600/20120126+Illamento01.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="213" src="http://3.bp.blogspot.com/-tEqPIbyIOR0/TyGKCu3NVZI/AAAAAAAAACE/vYD-ujH2nx4/s320/20120126+Illamento01.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;Esta mañá celebramos a segunda xornada de EficienTIC, cos centros IES Carlos Casares de Vigo e o CPR Divino Maestro de Ourense, xuntándonos 100 estudantes mais os participantes por parte de GRADIANT, ENERGYLAB e CITEXVI.&lt;br /&gt;&lt;br /&gt;Agardamos que vos gustara e esperamos vervos en vindeiras edicións!&lt;br /&gt;&lt;br /&gt;Aquí vos deixamos algunas imaxes, das visitas do martes e de hoxe&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;embed type="application/x-shockwave-flash" src="https://picasaweb.google.com/s/c/bin/slideshow.swf" width="600" height="400" flashvars="host=picasaweb.google.com&amp;hl=es&amp;feat=flashalbum&amp;RGB=0x000000&amp;feed=https%3A%2F%2Fpicasaweb.google.com%2Fdata%2Ffeed%2Fapi%2Fuser%2F113761013670769935465%2Falbumid%2F5701991297667324225%3Falt%3Drss%26kind%3Dphoto%26hl%3Des" pluginspage="http://www.macromedia.com/go/getflashplayer"&gt;&lt;/embed&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4875981382218061989-5190875394674847695?l=eficientic.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://eficientic.blogspot.com/feeds/5190875394674847695/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://eficientic.blogspot.com/2012/01/tweet-esta-mana-celebramos-segunda.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4875981382218061989/posts/default/5190875394674847695'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4875981382218061989/posts/default/5190875394674847695'/><link rel='alternate' type='text/html' href='http://eficientic.blogspot.com/2012/01/tweet-esta-mana-celebramos-segunda.html' title='Segunda xornada de EficienTIC'/><author><name>EficienTIC2011</name><uri>http://www.blogger.com/profile/11155045233765947837</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-tEqPIbyIOR0/TyGKCu3NVZI/AAAAAAAAACE/vYD-ujH2nx4/s72-c/20120126+Illamento01.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4875981382218061989.post-4888157594054156966</id><published>2012-01-24T08:51:00.000-08:00</published><updated>2012-01-24T08:51:40.290-08:00</updated><title type='text'>SESENTA ESCOLARES APRENDEN A SER MÁIS EFICIENTES NO USO DAS TIC</title><content type='html'>&lt;a class="twitter-share-button" data-count="horizontal" data-lang="es" data-via="Eficien_TIC" href="https://twitter.com/share"&gt;Tweet&lt;/a&gt;&lt;script src="//platform.twitter.com/widgets.js" type="text/javascript"&gt;&lt;/script&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.gradiant.org/images/stories/20120124_scalextric02.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://www.gradiant.org/images/stories/20120124_scalextric02.jpg" width="223" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span lang="GL" style="font-family: Georgia, serif; font-size: 10pt; line-height: 115%;"&gt;Estamañá, sesenta alumnos de secundaria e bacharelato, procedentes dun centro deBaiona, inauguraron unha serie de xornadas de divulgación científico-tecnolóxicaque terán lugar nas instalacións de CITEXVI, GRADIANT e ENERGYLAB.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span lang="GL" style="font-family: Georgia, serif; font-size: 10pt; line-height: 115%;"&gt;Asxornadas concentran diferentes charlas e obradoiros, a través dos cales oestudantes coñecerán o nivel de contaminación dos seus trebellos tecnolóxicos etamén como utilizalos para aforrar e ser máis eficientes enerxeticamentefalando. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span lang="GL" style="font-family: Georgia, serif; font-size: 10pt; line-height: 115%;"&gt;UnScalextric que funciona coa enerxía xerada polos propios estudantes ao darpedaladas nunha bicicleta, unha radio que funciona coa enerxía xerada por unha soacandea, pantallas que se apagan cando non hai ninguén diante e volven funcionarcando “ven” unha cara... con múltiples exemplos prácticos, búscase xerarcuriosidade e conciencia sobre os consumos dos aparellos electrónicos e asalternativas para seren máis eficientes.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span lang="GL" style="font-family: Georgia, serif; font-size: 10pt; line-height: 115%;"&gt;Astres entidades, CITEXVI, EnergyLab e Gradiant, organizan nestes primeiros mesesdo ano, unha serie de obradoiros centradas na tecnoloxía e na eficienciaenerxética.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span lang="GL" style="font-family: Georgia, serif; font-size: 10pt; line-height: 115%;"&gt;Estasactividades desenvólvense &amp;nbsp;no propioedificio CITEXVI, inaugurado este verán por Cristina Garmendia (ex ministra deCiencia e Innovación) e o presidente da Xunta de Galicia Núñez Feijoó e queconta con múltiples espazos para a organización deste tipo de xornadas. Nassúas instalacións están establecidos, entre outros, Gradiant e EnergyLab, douscentros punteiros en cadansúas especialidades que, desta volta, se unen paraofrecer unha actividade de divulgación dirixida a fomentar o uso eficiente eresponsable da tecnoloxía.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span lang="GL" style="font-family: Georgia, serif; font-size: 10pt; line-height: 115%;"&gt;Estexoves, as entidades acollerán a segunda xornada, que se repetirá os martes e osxoves ao longo de case todo o mes de febreiro.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span lang="GL" style="font-family: Georgia, serif; font-size: 10pt; line-height: 115%;"&gt;Estasxornadas, que están cofinanciadas pola FECYT (Fundación Española para laCiencia y la Tecnología) supoñen a primeira actividade de divulgacióncientífica organizada en colaboración por entidades aloxadas no edificio CITEXVI.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span lang="GL" style="font-family: Georgia, serif; font-size: 10pt; line-height: 115%;"&gt;Paraseguir o desenvolvemento das actividades:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span lang="GL"&gt;&lt;a href="http://www.eficientic.blogspot.com/"&gt;&lt;span style="font-family: Georgia, serif; font-size: 10pt; line-height: 115%;"&gt;www.eficientic.blogspot.com&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span lang="GL" style="font-family: Georgia, serif; font-size: 10pt; line-height: 115%;"&gt; ; &lt;/span&gt;&lt;span lang="GL"&gt;&lt;a href="http://www.gradiant.org/"&gt;&lt;span style="font-family: Georgia, serif; font-size: 10pt; line-height: 115%;"&gt;www.gradiant.org&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span lang="GL" style="font-family: Georgia, serif; font-size: 10pt; line-height: 115%;"&gt; ; &lt;/span&gt;&lt;span lang="GL"&gt;&lt;a href="http://www.energylab.es/"&gt;&lt;span style="font-family: Georgia, serif; font-size: 10pt; line-height: 115%;"&gt;www.energylab.es&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span lang="GL" style="font-family: Georgia, serif; font-size: 10pt; line-height: 115%;"&gt; ; &lt;/span&gt;&lt;span lang="GL"&gt;&lt;a href="http://www.citexvi.es/"&gt;&lt;span style="font-family: Georgia, serif; font-size: 10pt; line-height: 115%;"&gt;www.citexvi.es&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span lang="GL" style="font-family: Georgia, serif; font-size: 10pt; line-height: 115%;"&gt; &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span lang="GL" style="font-family: Georgia, serif; font-size: 10pt; line-height: 115%;"&gt;Twitter:@Eficien_TIC @GradiantNews @Energylab1&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4875981382218061989-4888157594054156966?l=eficientic.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://eficientic.blogspot.com/feeds/4888157594054156966/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://eficientic.blogspot.com/2012/01/tweet-estamana-sesenta-alumnos-de.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4875981382218061989/posts/default/4888157594054156966'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4875981382218061989/posts/default/4888157594054156966'/><link rel='alternate' type='text/html' href='http://eficientic.blogspot.com/2012/01/tweet-estamana-sesenta-alumnos-de.html' title='SESENTA ESCOLARES APRENDEN A SER MÁIS EFICIENTES NO USO DAS TIC'/><author><name>EficienTIC2011</name><uri>http://www.blogger.com/profile/11155045233765947837</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4875981382218061989.post-2273717051280358893</id><published>2012-01-17T08:20:00.000-08:00</published><updated>2012-01-18T03:08:52.398-08:00</updated><title type='text'>Comeza EficienTIC!</title><content type='html'>&lt;a href="https://twitter.com/share" class="twitter-share-button" data-via="Eficien_TIC" data-lang="es"&gt;Twittear&lt;/a&gt;&lt;script&gt;!function(d,s,id){var js,fjs=d.getElementsByTagName(s)[0];if(!d.getElementById(id)){js=d.createElement(s);js.id=id;js.src="//platform.twitter.com/widgets.js";fjs.parentNode.insertBefore(js,fjs);}}(document,"script","twitter-wjs");&lt;/script&gt;&lt;br /&gt;&lt;script src="//platform.twitter.com/widgets.js" type="text/javascript"&gt;&lt;/script&gt;&lt;br /&gt;&lt;br /&gt;Comezaremos as visitas o vindeiro día 24 de xaneiro ¡e xa temos tódalas prazas cubertas! Se o teu centro quedou fóra, sentímolo moito e animámoste a estar atento ás novidades e poder seguir de preto os contidos das actividades aínda que non esteas aquí.&lt;br /&gt;Se o teu centro está anotado na lista de espera, permanece atento ao teu email. Se temos cancelacións de última hora, chamaremos á lista de espera por rigorosa orde de chegada.&lt;br /&gt;Seguiremos informando!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4875981382218061989-2273717051280358893?l=eficientic.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://eficientic.blogspot.com/feeds/2273717051280358893/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://eficientic.blogspot.com/2012/01/tweet-comezaremos-as-visitas-o-vindeiro.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4875981382218061989/posts/default/2273717051280358893'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4875981382218061989/posts/default/2273717051280358893'/><link rel='alternate' type='text/html' href='http://eficientic.blogspot.com/2012/01/tweet-comezaremos-as-visitas-o-vindeiro.html' title='Comeza EficienTIC!'/><author><name>EficienTIC2011</name><uri>http://www.blogger.com/profile/11155045233765947837</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4875981382218061989.post-7243388745358952384</id><published>2011-10-04T08:22:00.000-07:00</published><updated>2011-11-28T03:55:35.481-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Actividades'/><title type='text'>O ataque do móbil pataca!</title><content type='html'>&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"&gt;&lt;b&gt;&lt;i&gt;O seu plan é volver ao século XXI e acabar coa eficiencia enerxética e tecnolóxica!&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"&gt;&lt;b&gt;Contraataca á tecnoloxía obsoleta. Ven coa túa clase ás charlas e talleres de Eficientic en CITEXVI&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-5t_cSq0LZ3U/TosqlvLR9eI/AAAAAAAAAA0/gh1kQe8nrNI/s1600/CARTEL_eficientic.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://3.bp.blogspot.com/-5t_cSq0LZ3U/TosqlvLR9eI/AAAAAAAAAA0/gh1kQe8nrNI/s320/CARTEL_eficientic.jpg" width="235" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;b&gt;Que é EficienTIC?&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;O proxecto de divulgación científica EficienTIC é un conxunto de actividades e talleres dirixidos a escolares de ESO e Bacharelato dos centros escolares galegos, coa fin de difundir e divulgar os conceptos básicos e as tecnoloxías máis innovadoras das áreas nas que traballa &lt;a href="http://www.energylab.es/"&gt;EnergyLab (Centro Tecnolóxico de Eficiencia e Sostenibilidade Enerxética)&lt;/a&gt; e &lt;a href="http://www.gradiant.org/"&gt;Gradiant (Centro Tecnolóxico das Telecomunicacións de Galicia)&lt;/a&gt;, que son as áreas das tecnoloxías de Información e Comunicacións (TIC) e a da eficiencia enerxética.&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;a href="http://3.bp.blogspot.com/-hzXTHys06Us/TsONpId35-I/AAAAAAAAAB8/23sBwIY9xr4/s1600/Imagen_Citexvi02.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="212" src="http://3.bp.blogspot.com/-hzXTHys06Us/TsONpId35-I/AAAAAAAAAB8/23sBwIY9xr4/s320/Imagen_Citexvi02.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;Estes dous centros están situados en &lt;/span&gt;&lt;a href="http://www.citexvi.es/" style="font-family: Arial, Helvetica, sans-serif; text-align: justify;"&gt;CITEXVI (Cidade Tecnolóxica de Vigo)&lt;/a&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; text-align: justify;"&gt;. As súas instalacións se caracterizan por estar deseñadas con criterios bioclimáticos e que integran tanto enerxías renovables como tecnoloxías punteiras no sector TIC.&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;b&gt;As actividades&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;a href="http://1.bp.blogspot.com/-eZEWBV_QT1U/TsONm72UjYI/AAAAAAAAAB0/-f15-wW3ttI/s1600/Imagen_Citexvi01.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="228" src="http://1.bp.blogspot.com/-eZEWBV_QT1U/TsONm72UjYI/AAAAAAAAAB0/-f15-wW3ttI/s320/Imagen_Citexvi01.jpg" width="320" /&gt;&lt;/a&gt;&lt;i&gt;1. Charla introductoria: Aspectos fundamentais sobre as TIC e a eficiencia enerxética.&lt;/i&gt;&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;ul style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;li&gt;---&amp;gt; Qué son as TIC?&lt;/li&gt;&lt;/ul&gt;&lt;ul style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;li&gt;---&amp;gt; Contamina Internet? E o meu ordenador? Medidas para reducir as emisións relacionadas coas TIC&lt;/li&gt;&lt;/ul&gt;&lt;ul style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;li&gt;---&amp;gt; Que poden facer as TIC en canto ao coidado do medio?&amp;nbsp;&lt;/li&gt;&lt;/ul&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;ul style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;li&gt;---&amp;gt; O concepto de enerxía&lt;/li&gt;&lt;ul&gt;&lt;li&gt;---&amp;gt; Que son as enerxías renovables. Tipos de enerxías renovables&lt;/li&gt;&lt;li&gt;---&amp;gt; O concepto de eficiencia enerxética. Eficiencia Enerxética no fogar&lt;/li&gt;&lt;/ul&gt;&lt;/ul&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;i&gt;2. Visita guiada ás instalacións de CITEXVI&amp;nbsp; &lt;/i&gt;&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;Mostraranse as tecnoloxías que se están a utilizar no edificio e que constitúen exemplos prácticos tanto de enerxías renovables como eficientes, coma a xeotermia, paneis solares, biclimatismo ou iluminación eficiente.&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;CITEXVI non é só un edificio avanzado. Ademais é un complexo sistema bioclimático que permite a reducción de consumos e xerar a súa propia enerxía.&amp;nbsp;&amp;nbsp;Todo isto parte do deseño do edifico, aplicando tecnoloxías pasivas como  a dobre pel exterior, permitindo o aproveitamento das sombras e a  ventilación natural na fachada.&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;Pero ademais dos sistemas pasivos, presenta medidas activas, como a climatización a partir da terra, mediante a instalación de bombas de calor xeotérmicas, altamente eficientes, os sistemas de xeración fotovoltaica na cuberta do edificio, que permiten a xeración da enerxía.&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;A visita desenvolverase explicando a estructura da edificación e facendo especial indicendia nos elementos da instalación xeotérmica de climatización e do sistema de xeración fotovoltaico. Os asistentes poderán identificar os distintos compoñentes que conforman ambas instalacións.&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;Mais todo iso non sería posible sen un sistema de xestión intelixente que optimiza consumos e xeración.&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;i&gt;3. Talleres&lt;/i&gt;&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;Os alumnos poderán realizar diferentes actividades e experimentos da man dos profesionais de EnergyLab e Gradiant, nos que poderán ver de forma práctica e participativa diferentes conceptos: &lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;u&gt;Análise de illamento&lt;/u&gt;&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;O illamento nas vivendas é un factor importante para a redución dos consumos enerxéticos de calefacción. Con esta pequena demostración, os alumnos poderán analizar a comparativa entre os distintos elementos que constitúen unhas fachadas, como son os vidros das xanelas, ou as paredes? Poderase observar de forma instantánea a transmisión de calor nos devanditos materiais e as perdas de calor que se suceden nunha vivenda.&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;Para isto, aproveitarémonos das características dunha cámara de vídeo termográfica que permite ver os focos quentes e fríos dunha carama climática nunha escala de cores.&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;Nesta cámara climática instalaranse probetas de diversos materiais típicos dunha vivenda, como son as ventás de vidro simple, de vidro dobre, paredes sen illamento e con illamento, e poderán ver como afecta o illamento na transmisión da calor dunha zona da cámara á outra.&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;Ademais, cunha breve explicación, poderán valorar e observar en situ, a verdadeira influencia dos illamentos. &lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;Como complemento, coa cámara poderase analizar o illamento do edificio actual.&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;u&gt;Sistema de hidróxeno&lt;/u&gt;&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;O hidróxeno é o futuro combustible, pero para a súa xeración, é necesario o uso de enerxía eléctrica, por iso é polo que se considere un combustible renovable se esta enerxía provén de fontes renovables. Coa actividade presentada, os alumnos poderán observar a pequena escala, cómo grazas á luz, se pode xerar hidrogeno e usalo para alimentar un ventilador.&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;Disporase dun sistema mediante o cal cunha lámpada se xerará enerxía en pequenos paneis fotovoltaicos que permiten obter a enerxía eléctrica necesaria para a xeración de hidróxeno a partir da auga. Unha vez obtido o hidróxeno, poderase observar como ao paso por unha pila de hidróxeno, xeraríase electricidade para mover un ventilador.&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;Con todo este xogo, poderán observar, a xeración eléctrica mediante enerxías renovables, a transformación da enerxía en hidrogeno e o uso deste para o movemento dun ventilador.&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;u&gt;Iluminación&lt;/u&gt;&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;Nunha vivenda, o consumo da iluminación, supón un 35%. Por iso, o ter conciencia da eficiencia enerxética é de vital importancia. Con esta actividade os alumnos poderán observar as distintas tipoloxías de iluminación que existen, así como observar como afectan os pequenos xestos que se poden facer e os controis do futuro, como sensores de luz, etc., &lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;A actividade desenvolvésese grazas a un panel onde estarán dispostos as lámpadas e os distintos sistemas de control. Disporanse de pantallas onde se poderá observar a variación da iluminación cos distintos controis.&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;u&gt;Scalextric&lt;/u&gt;&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;A xeración de enerxía é moi variada, pero pódese xerar da forma máis divertida con esta actividade. Nela, producirase enerxía eléctrica mediante o pedaleo dunha bicicleta e esta enerxía será suficiente para alimentar un Scalextric. Ademais, grazas á intensidade do pedaleo, o coche do Scalextric, poderá ir máis ou menos rápido, co que se lle engadimos catro competidores, poderemos celebrar o "Gran Prix Bike" entre catro alumnos. &lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;A actividade desenvolvésese sobre unha bicicleta montada de xeito que estea estática, coa roda conectada aos dinamómetros, que permitirán obter a enerxía suficiente para alimentar ao Scalextric.&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;Esta enerxía canalizarase a través do sistema de conexión e grazas á intensidade de pedais, o alumno poderá acelerar ou decelerar o vehículo, como se realiza actualmente no mando do xogo, pero esta vez coa súa intensidade de pedalear.&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;Un xogo divertido e didáctivo que fará ver aos alumnos como o seu movemento permite a xeración eléctrica suficiente como para xogar e competir.&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;u&gt;Consellos para o uso eficiente do computador&lt;/u&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;Sabemos canta enerxía consumen os nosos computadores persoais? Como é lóxico, este consumo de enerxía carrexa un custo. Este custo pódese reducir realizando accións encamiñadas ao aforro enerxético.&lt;br /&gt;&lt;br /&gt;Nesta actividade tratarase o tema do consumo enerxético de PCs e portátiles. O obxectivo é valorar tanto o custo da enerxía que consomen como o posible aforro que se pode alcanzar adoptando determinados hábitos de uso, comprendendo as opcións de configuración de enerxía nos computadores ou utilizando software para a xestión enerxética.&lt;br /&gt;&lt;br /&gt;&lt;u&gt;"Apagado" automático &lt;/u&gt;&lt;br /&gt;&lt;br /&gt;Xa sexa traballando ou dedicado a lecer, cada vez temos o computador aceso durante máis horas ao día. Con todo, non estamos a atender á pantalla durante todo ese tempo, ben porque estamos compatibilizando con outras tarefas como lectura ou escritura en papel, ben porque nos levantamos a facer outra cousa ou simplemente estamos a falar con alguén e non estamos a prestar atención á pantalla. &lt;br /&gt;&lt;br /&gt;As tecnoloxías de recoñecemento e procesado facial están cada vez máis presentes nas nosas vidas (etiquetaxe de caras en Facebook ou Picasa, controis de acceso, etc.). Por que non aproveitalas tamén para aforrar enerxía? Nesta actividade mostrarase un exemplo de aplicación de tecnoloxías de detección facial para aforrar enerxía na nosa pantalla. Os alumnos poderán comprobar como a pantalla do computador se comporta de maneira intelixente, acendéndose cando a estamos mirando e apagándose cando non estamos diante dela&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;u&gt;Fabricación e consumo de teléfonos móviles&lt;/u&gt;&lt;br /&gt;&lt;br /&gt;O consumo actual de teléfonos móbiles mantén funcionando unha potente industria de telecomunicacións, grazas á universalización do servizo, unha constante mellora nos terminais&amp;nbsp; e unhas tarifas aceptables pero suculentas para as operadoras. Todo iso&amp;nbsp; promove e subvenciona a adquisición de terminais moi baratos, ás veces a custo cero, ou moi por baixo do seu custo de produción (a operadora recupérao coa facturación mensual). Isto lévanos a cambiar de móbil cada 2 anos, ou mesmo menos. Así, só en España,&amp;nbsp; millóns de móbiles quedan obsoletos todos os anos. A súa reciclaxe (condensadores de Tántalo, ouro), ou destino a países cunha demanda menor de prestacións (2ª vida) podería abrir importantes oportunidades de negocio e evitar o sen sentido actual que desperdicia tantos terminais perfectamente válidos.&lt;br /&gt;&lt;br /&gt;Nesta actividade, na que poderemos ver multitude de modelos de móbiles que funcionaban perfectamente fai uns poucos anos e os seus circuítos electrónicos, pretendemos tomar consciencia do hiperconsumo de telefonía móbil que temos, desperdiciando moitos recursos aínda útiles.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;u&gt;Energy Harvesting &lt;/u&gt;&lt;br /&gt;&lt;br /&gt;Nesta actividade veremos como se pode usar a calor desperdiciada por unha vela (da orde de 100 W) para producir corrente, que será usada para acender un moderno LED de potencia de alta eficiencia e unha radio. Curiosamente, esta calor xerada pola vela, é practicamente o mesmo que o que xera unha persoa en repouso.&lt;br /&gt;O caso do LED é moi visual, porque mentres unha vela produce luz cun rendemento de 0,17 Lumenes/W, un LED pódeo facer cun rendemento case 1000 veces superior, a uns 160 Lúmenes/W. Isto compensa o baixo rendemento dun conversor termoeléctrico Peltier, de en torno ao 1%, para finalmente producir 10 veces máis luz que a propia vela.&lt;br /&gt;&lt;br /&gt;Así, cun LED de potencia de 3€, unha célula Peltier de 3€ e un disipador de aluminio de 1€, poderiamos fabricar un candelabro tecnolóxico de alto rendemento para lugares remotos como Siberia ou a estepa mongola, onde as baterías se conxelan e deixan de funcionar, pero onde sen embargo a graxa animal é abundante para fabricar velas.&lt;br /&gt;&lt;br /&gt;Este tipo de fontes de enerxía (Energy Harvesting) son moi útiles para alimentar as redes de sensores remotas sen mantemento.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;u&gt;&lt;b&gt;Para inscribirse&lt;/b&gt;&lt;/u&gt;: info@energylab.es ou chamando ao 986 120 450. Se nos escribes un email, lembra incluir os datos do centro, o número de alumnos que participarían e un teléfono de contacto.&lt;br /&gt;&lt;br /&gt;Lembra que a participación nas nosas actividades é gratuita. Estas actividades contan coa cofinanciación da &lt;a href="http://www.fecyt.es/"&gt;FECYT&lt;/a&gt; e do &lt;a href="http://www.micinn.es/"&gt;Ministerio de Ciencia e Innovación&lt;/a&gt;.&lt;/div&gt;&lt;div style="font-family: Verdana,sans-serif; text-align: justify;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;a class="twitter-share-button" data-count="horizontal" data-lang="es" data-via="Eficien_TIC" href="https://twitter.com/share"&gt;weet&lt;/a&gt;&lt;script src="//platform.twitter.com/widgets.js" type="text/javascript"&gt;&lt;/script&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4875981382218061989-7243388745358952384?l=eficientic.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://eficientic.blogspot.com/feeds/7243388745358952384/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://eficientic.blogspot.com/2011/10/o-ataque-do-mobil-pataca.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4875981382218061989/posts/default/7243388745358952384'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4875981382218061989/posts/default/7243388745358952384'/><link rel='alternate' type='text/html' href='http://eficientic.blogspot.com/2011/10/o-ataque-do-mobil-pataca.html' title='O ataque do móbil pataca!'/><author><name>EficienTIC2011</name><uri>http://www.blogger.com/profile/11155045233765947837</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-5t_cSq0LZ3U/TosqlvLR9eI/AAAAAAAAAA0/gh1kQe8nrNI/s72-c/CARTEL_eficientic.jpg' height='72' width='72'/><thr:total>1</thr:total></entry></feed>
